Hi,
While there's probably an easy answer to my question, I couldn't find it in
the texts and online resources that I looked at.
I've got a optimization problem, with functional forms that looks like:
UK = Uk[ xk, Lk]
UJ = Uj[ xj, Lj]
Vk = Vk[ wk, Ak]
Vj = Vk[ wk, Ak]
where xj = wj T + Aj - wj Lj + ... other elements
xk = wk T + Ak + wK Lk + ... other elements
This sets up a objective function that I mazimize:
(Uk - Vk) (Uj - Vj)
When I was using v3 of Mathematica, the First Order Conditions were in a
format of Uk (0,1) where (0,1) was a superscript.
I've come back to this problem after a little hiatus, upgraded to v4, and I
get derivatves in a more traditional format, [done w.r.t Lk] with dUk as a
numerator, and an expression (dAk - Lk wk + Twk -...) as a denominator.
Is there some way to switch back to the old representation? Did I miss
something?
Thanks.
Richard Simmons